Цветовая схема:
C C C C
Шрифт
Arial Times New Roman
Размер шрифта
A A A
Кернинг
1 2 3
Изображения:
  • ХМАО - Югра, г. Нижневартовск
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  • sammitportal@mail.ru

10 класс: Информатика от 16.04.2020

10 класс: Информатика от 16.04.2020

10класс.jpg

Здравствуйте! Сегодня пришло время закрепить знания, полученные по теме "Массивы", решением задач из ЕГЭ.
На очереди задачка "В19 - Обработка массивов". Мы уже разбирали подобные задачи, но для повторения предлагаю посмотреть следующий видео-обзор этого типа задач:


Ну а теперь предлагаю пройти тестирование и показать уровень освоения этого материала.
Потренироваться на пробнике теста можно здесь - https://www.kpolyakov.spb.ru/school/egetest/b19.htm
Ну а сам тест - https://sammitportal.ru/test/ege/ege19.php

Внимание! Результаты теста принимаю сегодня до 20.00!
Удачи!

PS Так как тест на задачи ЕГЭ, то даю вам 3 попытки. Ставлю оценку из последней попытки.
Нравится0
16 апреля 2020 17:38:13
Брагин Артём
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[/img]
Сделал 6 заданий. Вылетела ошибка. Обновил страницу все сбросилось. Сейчас время 19:37.
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16 апреля 2020 17:58:44
Вот и выяснили, что ты Артём нулевой пациент этого теста, с тебя всё началось... Вот Вика сутра прошла тест без проблем.
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16 апреля 2020 17:40:53
Артем Петросян
Сделал 3 задания и все сломалось
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16 апреля 2020 17:51:21
Петросян, ты оказывается жив здоров...
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16 апреля 2020 17:47:14
Чернов Евгений
Во время второй и третьей ошибки вышел ERROR и все сбросилось до этого ждал минут 7-10 как бы вот такая ситуация ;(;(;(;(
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16 апреля 2020 17:50:14
Короче, завалили систему...
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16 апреля 2020 17:52:01
Не знаю, я работаю с ним ночью, проблем нет...
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16 апреля 2020 17:59:44
О, кажись тест ожил, по моему на него Ddos атака была...
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16 апреля 2020 18:07:14
Те кто не успел сегодня, пробуем завтра.
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17 апреля 2020 13:50:21
Не вижу активности в тесте...
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